Organizer

Infinite-dimensional Representation Theory Seminar

Workshop

“Vertex Operator Algebras and Related Topics in Kumamoto” (February 10th-14th 2020)

Research Interest

Representation Theory, Vertex Algebras

1. Kawasetsu, K. and Ridout, D. “Relaxed highest-weight modules I: Rank 1 cases.” Communications in Mathematical Physics, Volume 368 (2019): 627-663.
   
   
2. Kawasetsu, K. and Sakai, Y. “Modular linear differential equations of fourth order and minimal W-algebras.” Journal of Algebra Volume 506, 445-488 (2018).
   
   
3. (Kawasetsu, K., Lam, C. H. and Lin, X. “$Z_2$-orbifold construction associated with (-1)-isometry and uniqueness of holomorphic vertex operator algebras of central charge 24.” Proceedings of the American Mathematical Society 146 (2018): 1937-1950.
   
   
4. Kawasetsu, K. “W-algebras with non-admissible levels and the Deligne exceptional series.” International Mathematics Research Notices Volume 2018, Issue 3 (2018): 641-676.
   
   
5. Arakawa, T. and Kawasetsu, K. “Quasi-lisse vertex algebras and modular linear differential equations.” Lie Groups, Geometry, and Representation Theory (A Tribute to the Life and Work of Bertram Kostant). Birkh$\ddot{a}$user, Cham, Editors: V. Kac and V. Popov, (2018): 41-57.
   
   
6. Arakawa, T., Creutzig, T., Kawasetsu, K. and Linshaw, A.R. “Orbifolds and cosets of minimal W-algebras.” Communications in Mathematical Physics Volume 355, Issue 1 (2017): 339-372.
   
   
7. Kawasetsu, K. “The free generalized vertex algebras and generalized principal subspaces.” Journal of Algebra Volume 444 (2015): 20-51.
   
   
8. Kawasetsu, K. “The intermediate vertex subalgebras of the lattice vertex operator algebras.” Letters in Mathematical Physics Volume 104, Issue 2 (2014): 157-178.
   
   

Curriculum Vitae